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/sci/ - Science & Math

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>> No.12245022 [DELETED]  [View]
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12245022

>>12243299
Deja vu I have answered this question before.
>>12243435
Choose an open ball around every isolated point, such that they're all disjoint. Each contains some point with all rational coordinates, since they are dense. By picking a rational coordinates point in each ball, you get an injective map from the set of isolated points to the set of rational coordinate points, but those are countable.

>> No.11153642 [View]
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11153642

>>11153537
>frogposter complaining about womanposter
>>11153389
>knowing about Cartan and still thinking Hilbert was the best mathematician in the past century

>> No.10569181 [View]
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10569181

>>10569088
/mg/ is a serious thread about the applications of motivic cohomology to 1ccing Touhou 16 on lunatic, we don't care about research here.

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